The \'Moin exercise 10\' said in this question comes from the text book chapter
ID: 1989592 • Letter: T
Question
The 'Moin exercise 10' said in this question comes from the text book chapter 1, page 10, linked here: http://197.14.51.10:81/pmb/MATHEMATIQUE/fundamental.pdf
It's required to use MATLAB to solve this one. Thank you
Routine is better to be shown as well. So that I can understand this problem well.
Problem 4 (15 points): Using the results of Moin, Exercise 10 (don't solve the problem), write a routine to return the derivative matrix D = {dat that maps values fi to derivatives p'(24) of the Lagrange polynomial. That is, if p E Pn with p(aj) = fi, then n. dp Ti j=0 Explain how this matrix can be used to plot p'(a) for any a on [a, b]. Modify your routine from Problem 4 to sample p'(x) and plot the derivative error, 7n max as well as the interpolation error en (3) for f(x) = sinx on [0,10]. Comrnent on relative sizes of en and dn.Explanation / Answer
graph of p'(x) w.r.t x will be constant
apply LHL = RHL
P(x) must cntinous and differentiable
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